Errors in Measurement-3

The density of a sphere is measured by measuring the mass and diameter. If it is known that the maximum percentage errors in measurement of mass and diameter are 2% and 3% respectively then the maximum percentage error in the measurement of density is

The pressure on a circular plate is measured by measuring the force on the plate and the radius of the plate. If the errors in measurement of force and radius are 5% and 3% , respectively , then the percentage of error in the measurement of pressure is

Errors In Measurment |Accuracy & Precision|Types Of Error|Absolute Error

If z=(ab^2)/(c^(3) then max possible % error in measurement of z given a,beta and y are % errors in measurement of a,,b and c respectively):

Define errors in a measurement of any physical quantity.

The maximum possible error in a measurement

To estimate g (from g = 4 pi^(2)(L)/(T^(2)) ), error in measurement of L is +- 2% and error in measurement of Tis +- 3% The error in estimated g will be

If the error in the measurement of radius of circle is 3% then calculate the error in measurement of area of circle :-

If error in measurement of radius of a sphere is 1%, what will be the error in measurement of volume?

If the error in the measurement of momentum is 20 % , then the error in the calculation of kinetic energy is (assume the error in measurement of m as zero)